分数阶动力学方程及其基于Sumudu变换多参数Struve函数的解
On fractional kinetic equations and their Sumudu transform multiparameter Struve functions based solutions
摘要：
本文利用Sumudu变换算子处理分数阶动力学方程。得到的精确解用四参数Struve函数表示。通过求解的方法，根据Sumudu性质，给出了一些新颖的、有用的和新颖的动力学定理。在这项研究中获得的结果可以务实地用于许多分支的理论和实验科学的应用，而不是最不重要的是数学物理，和各种工程领域。
英文摘要：
This research paper treats fractional kinetic equations using the Sumudu transform operator. The exact solutions obtained are presented in terms of Struve functions of four parameters. By way of obtaining solutions some novel and useful and novel kinetic theorems are presented in light of the Sumudu properties. Results obtained in this study may be pragmatically used in many branches theoretical and experimental science applications, not the least of which are mathematical physics, and various engineering fields.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
